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The Standard Model is the paradigm of particle physics which gives anaccurate theory for fundamental particle interactions. However, the extensionof Standard Model with higher-order derivatives is not a well-studied subject.This paper is a follow-up work of the previous study of the generalized Abeliangauge field theory and Yang-Mills theory under rotor mechanism of order $n$ ofhigher order derivatives, and we apply it to the Standard Model of particlephysics. Rotor mechanism on scalar field and Dirac field is also studied. Wewill study the quantization of the rotored Standard Model using path integralapproach. We also inherit the previous result from the path integralquantization of generalized Abelian gauge field and apply it to our non-Abeliancase. Then we carry out the generalized BRST quantization and prove theexistence of the Slavnov-Taylor Identities of the rotor model. Finally, wediscuss the possibility of rotor model on taming the infinities arise from theself-energy correction of the Higgs boson in high spacetime dimension, thusthis provides a partial solution and new insights to the Hierarchy problem.

Generalized Standard Model with higher-order derivatives under Rotor Mechanism and its Quantization